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You searched for: creator:"Neill, E"
[texts]The every-day cook-book and encyclopedia of practical recipes - Neill, E
Brown cloth over boards, stamped in black
Keywords: Cookery, American; Home economics; cbk
Downloads: 4,348 5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars5.00 out of 5 stars(6 reviews)
[texts]Off-lattice Noise Reduced Diffusion-limited Aggregation in Three Dimensions - Neill E. Bowler
Using off-lattice noise reduction it is possible to estimate the asymptotic properties of diffusion-limited aggregation clusters grown in three dimensions with greater accuracy than would otherwise be possible. The fractal dimension of these aggregates is found to be 2.50 +/- 0.01, in agreement with earlier studies, and the asymptotic value of the relative penetration depth is 0.122 +/- 0.002. The multipole powers of the growth measure also exhibit universal asymptotes...
Downloads: 20
[texts]What shall I eat? The housewife's manual - [Neill, E., Miss] [from old catalog]

Keywords: Cookery; Home economics; cbk
Downloads: 463
[texts]Stochastic Annealing - Robin C. Ball
We demonstrate that is it possible to simulate a system in thermal equilibrium even when the energy cannot be evaluated exactly, provided the error distribution is known. This leads to an effective optimisation strategy for problems where the evaluation of each design can only be sampled statistically.
Downloads: 10
[texts]Characterisation of the probabilistic travelling salesman problem - Neill E. Bowler
We show that Stochastic Annealing can be successfully applied to gain new results on the Probabilistic Traveling Salesman Problem (PTSP). The probabilistic "traveling salesman" must decide on an a priori order in which to visit n cities (randomly distributed over a unit square) before learning that some cities can be omitted. We find the optimized average length of the pruned tour follows E(\bar{L}_{pruned}) = \sqrt{np} (0.872-0.105p) f(np) where p is the probability of a city needing to be visi...
Downloads: 16
[texts]Off-lattice noise reduction and the ultimate scaling of DLA in two dimensions - Robin C. Ball
Off-lattice DLA clusters grown with different levels of noise reduction are found to be consistent with a simple fractal fixed point. Cluster shapes and their ensemble variation exhibit a dominant slowest correction to scaling, and this also accounts for the apparent ``multiscaling'' in the DLA mass distribution. We interpret the correction to scaling in terms of renormalized noise. The limiting value of this variable is strikingly small and is dominated by fluctuations in cluster shape...
Downloads: 25
[texts]Correction to scaling analysis of diffusion-limited aggregation - Ellak Somfai
Diffusion-limited aggregation is consistent with simple scaling. However, strong subdominant terms are present, and these can account for various earlier claims of anomalous scaling. We show this in detail for the case of multiscaling.
Downloads: 6
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